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Graduate Proving That a Lorentzian Structure Cannot be Put on S^2
It is fairly easy to prove that each manifold can be given a Riemannian structure. The argument is standard: locally you give the riemannian structure and then you use partions of unity. This proof breaks down for signed metrics. Even for a manifold requiring only two charts. For example, I've...- MilesReid
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- Lorentzian Structure
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- Forum: Differential Geometry